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83
S-
() ( )
2
2
22 22
00
44
Srrc rr
Ecr utdtcr ud
∞∞
=π
ρβ
=π
ρβ
ωω
∫∫
, (18.11)
c
—
r
—
ρ
—
β
— S-
exp
r
Q
ω
S
()
()
()
2
0022
00
0
4
f
rq r
ErC utdt
rq r
∞
β
=π
ρβ
∫
, (18.12)
00
,
ρβ
—
—
r —
22
rh=∆+
() ( )
exp
n
qr Cr kr
−
=−,
1
0,4970, 1,03, 0,0035cnkkm
−
=== .
—
83 J?=BHG:EVGU? HP?GDB K?CKFBQ?KDHC WG?J=BB EhdZevgu_ b j_]bhgZevgu_ hp_gdb baemq_gghc ba hqZ]Z wg_j]bb lZd`_ dZd b l_e_k_ckfbq_kdb_ ^he`gu [ulv ijh\_^_gu k mq_lhf g_h^gh jh^ghklb baemq_gby ba bklhqgbdZ g_mijm]h]h ih]ehs_gby \ kj_^_ eh dZevguo jZaebqbc \ kljh_gbb dhju \ jZchg_ j_]bkljbjmxs_c klZgpbb K_ckfbq_kdZy wg_j]by [ueZ hp_g_gZ ih kdhjhklb kf_s_gby \ S-\heg_ ∞ ∞ 2 ES = 4 πc r ρr βr ∫ uc (t ) dt = 4 πc r ρr βr ∫ u ( ω) d ω , 2 2 2 2 2 (18.11) 0 0 a^_kv c — dhjj_dpby gZ baf_g_gb_ Zfieblm^ ijb hljZ`_gbb hl a_fghc ih\_joghklb r — dhjj_dpby gZ ]_hf_ljbq_kdh_ jZkoh`^_gb_ ijb jZkijhkljZg_ gbb ρ — iehlghklv \ jZchg_ bklhqgbdZ β — kdhjhklv jZkijhkljZg_gby S-\heg G_mijm]h_ aZlmoZgb_ \ kj_^_ h[uqgh hibku\Z_lky nZdlhjhf ωr exp DZgZfhjb bkihevah\Ze ke_^mxsmx nhjfmem ^ey hij_^_e_gby Q wg_j]bb ih S \hegZf kbevguo a_fe_ljyk_gbc DZebnhjgbb r0 q ( r0 ) ∞ 2 Eβ = 4πr C f ρ0β0 ∫ u (t ) dt , 2 2 (18.12) rq ( r ) 0 ]^_ ρ0 , β0 — iehlghklv b kdhjhklv ihi_j_qguo \heg \ ]bihp_glj_ K — hljZ`_gb_ hl a_fghc ih\_joghklb r — ]bihp_gljZevgh_ jZkklhygb_ ijb [ebabl_evgh jZ\gh_ wibp_gljZevghfm ijb ]em[bg_ bklhqgbdZ g_ [he__ df < h[s_f kemqZ_ r = ∆ 2 + h 2 NZdlhj aZlmoZgby q ( r ) = Cr −n exp ( −kr ) , ^ey a_fe_ljyk_gbc x`ghc DZebnhjgbb hij_^_ey_lky k iZjZf_ljZfb c = 0, 4970, n = 1,03, k = 0,0035km−1 . U Wg_j]by hij_^_ey_fZy ih wg_j]_lbq_kdbf b fhf_glguf fZ]gblm ^Zf — jZaebqgu
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